'Circuit analysis; Number of KCL and KVL equations in a circuit; Nodal analysis of a network with conductances and current sources; Setting up the equations; Conductance matrix;' Video Lecture

Circuit analysis; Number of KCL and KVL equations in a circuit; Nodal analysis of a network with conductances and current sources; Setting up the equations; Conductance matrix;

  • Course: Basic Electrical Circuits
  • Discipline: Electronics and Communication Engineering
  • Faculty: Dr. Nagendra Krishnapura
  • Institute: IIT Madras

    • Circuit analysis; Number of KCL and KVL equations in a circuit; Nodal analysis of a network with conductances and current sources; Setting up the equations; Conductance matrix; - Click on the Video Link shown below to play the video on Youtube. Browse through Basic Electrical Circuits (Electronics and Communication Engineering) Video Lectures by Dr. Nagendra Krishnapura from IIT Madras through NPTEL.

    NEXT LECTURE >> Nodal analysis with voltage sources and controlled sources; Brief introduction to modified nodal analysis; Use of supernode to solve circuits with voltage sources; Superposition theorem
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    Course Video Lectures Introduction to the course;Current and Voltag.. Electrical circuit elements: Voltage and cu.. Elements in series and parallel; Superpositio.. Controlled sources; Determining the characte.. Nodal analysis of a network with conductances.. Circuit analysis; Number of KCL and KVL equat.. Nodal analysis with voltage sources and contr.. Mesh analysis of a circuit with resistors and.. Choice of nodal versus mesh analysis; Circuit.. Thevenin and Norton (theorem and) equivalent .. Tellegen's theorem; Reciprocity theorem Compensation Theorem; Two ports Two port parameters-y parameters Two port parameters(z, h, and g); Reciprocal .. Opamp, ideal opamp circuits, non-inverting an.. RC circuit natural response; First order dif.. RC (first-order) circuit, complete response w.. Step response of RC circuit with loops of vol.. Second order(RLC circuit) natural response; S.. General formulation of second order(RLC circu.. Sinusoidal steady state response of RC and RL..
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